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Simplify :(3 root2)(2 root2)whole square?
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Simplify :(3 root2)(2 root2)whole square?
Simplifying (3 root2)(2 root2) whole square

Step 1: Expand the expression inside the parentheses

  • (3 root2)(2 root2) = 6 root4


Step 2: Square the expression obtained in Step 1

  • (6 root4)^2 = 36 x 4 = 144


Step 3: Simplify the expression obtained in Step 2

  • 144 can be written as 12^2


Final Answer: (3 root2)(2 root2) whole square simplifies to 12^2 or 144.

Explanation: To simplify the given expression, we first need to expand the expression inside the parentheses using the distributive property. Once we have obtained a single expression, we can then square it to simplify further. Finally, we can simplify the resulting expression by finding its square root or by expressing it as a perfect square. In this case, we obtain the simplified expression 144, which can be expressed as 12^2.
Community Answer
Simplify :(3 root2)(2 root2)whole square?
[(3root 2)* (2root 2)]^2
(6*2)^2 = (12)^2 = 144.
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Simplify :(3 root2)(2 root2)whole square?
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